On positive functions with positive fourier transforms

We then obtain similar results for the windowed Fourier transform (also known, up to elementary changes of functions, as the radar ambiguity function or the Wigner transform)..

Before going on with the description of the main features of this paper, we will need some further notations. Therefore, Choquet Theory applies and every positive positive

The idea of the proof of Theorem 2 is to construct, from most of the restricted partitions of n into parts in A , many unrestricted partitions of n.. In Section 4, we will prove

In this paper we prove a central limit theorem of Lindeberg-Feller type on the space Pn- It generalizes a theorem obtained by Faraut ([!]) for n = 2. To state and prove this theorem

Rather than using a probabilistic proof, we use an adaptive argument, and work at small relative scales to use the fact that there is a lot of space in R N ; the difficult part (for

Figure 7. Evolution of the air change rate according to the AAV configuration in each tested room... The closing of the AAV in the bedroom brings a significant extra increase of the

to the parameter of the semigroup at zero, of the truncated correlation functions. The quasi-free completely positive semigroups studied in [5 ], [6 ), [7] may be

We shall consider, in these notes, positive operators on the space of con- tinuous and bounded functions over some topological space.. Our main